Question

Solve the following inequality 5(x + 4) > 2x + 4 + 3x

Answer 1

the initial inequality is:

`5(x+4)>2x+4+3x`

now we can distribut the 5 into the parenthesis so:

`5x+20>2x+4+3x`

now we move all values with x to the left and all constants to the rigth so:

`\begin{gathered} 5x-3x-2x>4-20 \\ 0>-16 \end{gathered}`

SO in this case the variable disapear, so x can take any value